# 微分方程

| 17-2月-2014 | 加拿大代写论文

Including averaging over angle methods in this study, it helps in allowing the estimation of the problem that are based on vector or tensor Laplace equation through the problem based on a scalar Laplace equation. Likewise, the technique of second order differential equation was also helpful in the demonstration of the situation when non-linear ordinary differential equation is derived two times in relation to its differential variable. Moreover, it was also revealed that the use of the periodic case can be made for the higher-order approximations mostly, that further assist in formulation of the developed theory with different forms (Arrowsmith & Place, 1990, p.352).
It was depicted from the illustrations and demonstrations of the Hamilton Normal Form Theory that it confines the perturbations and explanations to be the homogeneous polynomials to the canonical transformation (Sanders et al., 2007, p.88). Likewise, the studied concept also helped in the determination of the techniques that can be used to alter the normal differential equations that demonstrates and converts the non-linear dynamical systems into the specific standard forms. Therefore, by utilization of the specific class of synchronized transformation, the reduction can be made in the insignificant parts of higher order non-linearities as the same was found significant in achieving the desired outcomes.
Hence, it can be concluded that the identified differential equation can depict the solutions with respect to the integrals used in the function of Asymptotic Approximations.

## assignment代写：动机概念

assignment代写：动机概念...